New inequalities defined using derivatives and primitives of functions, highlighting applications in Laplace transforms.
This article presents new Beesack-Opial-type integral inequalities incorporating three functions. The upper bounds are defined using some derivatives and primitives of these functions. Detailed proofs are provided. These are accompanied by illustrative examples, including applications involving the Laplace transform.
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Christophe Chesneau (2025) studied this question.
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